I have no experience with mathematical proofs. I would like advice on which books I could use to start my own studies in real analysis which would also teach me from scratch about mathematical proofs (mainly with epsilons and deltas). I'm thinking of the following books:
-Elementary Analysis by Ross;
-Undestanding Analysis by Abbott;
-Real Analysis: A Long-Form Mathematics Textbook by Cummings;
-Analysis: With an Introduction to Proof by Steven R. Lay;
-Yet Another Introduction to Analysis by Bryant;
-Analysis I and II by Tao.
If possible, could you tell me the pros and cons of these books mentioned for a student who is studying on their own?